Homework: Absolute Value Inequalities

Front

| x + 3 | ≤ 2

Back

-5 ≤ x and x ≤ -1

Front

| 2w - 1 | < 11

Back

-5 < w and w < 6

Front

| x + 3 | > 8

Back

x < -11  or  x > 5

Front

| -8x | < 8 What is the correct first step? Options: separate into two inequalities with an "and", separate into two inequalities with an "or", divide both sides by -8, add 8 to both sides

Back

separate into two inequalities with an "and"

Front

Solve the absolute value inequality and graph.

Back

A

Front

Back

no solution

Front

Back

n > -1 or n < -7

Front

Which compound inequality represents the graph? Options: m < -1 OR m > 2, -1 < m < 2, m > -1 OR m < 2

Back

m < -1 OR m > 2

Front

| x - 2 | > 3
Is this an "and"  or an "or" problem?

Back

or

Front

Solve for n.

Back

n > 10 or n < -6